使用多辅助原型来表示每个聚类的半监督聚类

Walter J. Silva, M. Barioni, S. D. Amo, H. Razente
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引用次数: 2

摘要

在聚类检测过程中加入半监督被证明是特别有用的,当人们想要在数据分区和用户对数据域的了解之间获得高度一致性时。近年来,人们提出了几种半监督聚类策略。这些策略采用的方法旨在通过使用约束来指导聚类检测过程:在算法的每次迭代中干扰元素分配到最合适的聚类;或者修改所采用的目标函数。本文提出了一种在著名的k-means算法中加入半监督的新方法。这种半监督聚类方法在定义k-means每次迭代使用的质心的多个辅助代表时使用约束信息。设计了一个细化过程,以减少每个质心所考虑的辅助代表的数量,同时又不损失聚类质量。八个合成数据集的实验结果显示了该方法在处理由不同形状的簇组成的复杂数据结构方面的潜力。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Semi-supervised clustering using multi-assistant-prototypes to represent each cluster
The incorporation of semi-supervision in the cluster detection process has proved especially useful when one wants to get a high consistency between the data partitioning and the knowledge the user has about the data domain. In recent years, several strategies for semi-supervised clustering have been proposed. The approaches adopted by these strategies aim at guiding the process of cluster detection by using constraints: to interfere with the allocation of elements to the most appropriate cluster at each iteration of the algorithm; or to modify the objective function employed. This paper proposes a novel approach for incorporating semi-supervision in the well-known k-means algorithm. This semi-supervised clustering method employs constraint information in the definition of multiple assistant representatives for the centroids used at each iteration of k-means. A refinement process is designed to reduce the number of assistant representatives considered for each centroid without losing the clustering quality. The experimental results with eight synthetic datasets show the potential of the proposed approach for dealing with complex data structures composed by clusters of different shapes.
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